# Accept string input.
# Display if the string is Palindrome or Not a Palindrome
# Accept string input.
# Count vowel and consonant characters in the string.
# Display the string in reverse order.
# Accept string input.
# Display each charter of the string (vertical order)
# Count and display total i charter in the string.
# Accept student name and grade and save it to a dictionary.
# Display the content of the dictionary.
# Display the name and grade of student with the highest and lowest grade.
# Accept integer number and store it to a list until user input is 0.
# Display the content of the list and size of the list.
# Display the highest and lowest numbers in the list and the index number it can be found.
Create a new project, and include in it the class
Create a class "Student" and another class "Teacher", both descendants of
"Person".
The class "Student" will have a public method "GoToClasses", which will
write on screen "I’m going to class."
The class "Teacher" will have a public method "Explain", which will show on
screen "Explanation begins". Also, it will have a private attribute "subject", a
string.
The class Person must have a method "SetAge (int n)" which will indicate
the value of their age (eg, 20 years old).
The student will have a public method "ShowAge" which will write on the
screen "My age is: 20 years old" (or the corresponding number).
You must create another test class called "StudentAndTeacherTest" that will
contain "Main" and:
Create a Person and make it say hello
Create a student, set his age to 21, tell him to Greet and display his age
Create a teacher, 30 years old, ask him to say hello and then explain.
Test the other methods also given in the diagram
Write a program to print all the composite numbers between a and b
The following output from MINITAB presents the results of a hypothesis test. Test of mu=49 vs. not=49, The assumed standard deviation 10.4, N 58, Mean 46.32, SE 1.412088, 95%CI (43.5523077, 49.0878923, Z -1.962526, P 0,049701, Do you reject H0 at the
1. On the day before an exam in an online class, students e-mailed questions to the professor at a rate of 1 every 20 minutes, exponentially distributed. Determine the probability that that the interval between succeeding messages is more than an hour.
2. For an exponential distribution, what is the probability that the value of the exponential random variable with parameter µ=3.2 will be having a value higher than 0.2353?
3. A normal distribution has a mean of 80 and a standard deviation of 12. What is the probability of selecting a value between 70 and 85?
1. Suppose X is normally distributed with a mean of 5 and a standard deviation of 0.4. Using the standard score formula, we find P (X ≤ X0) = P (Z ≤ 1.3). What is the value of X0?
2. What will be the value of P (X ≥ 235) given that a normal distribution has µ = 241 and d = 2?
3.The average hourly wage of workers at a fast food restaurant is P338.10/hr. Assume the wages are normally distributed with a standard deviation of P23.41. If a worker at this fast food restaurant is selected at random, what is the probability that the worker earns more than P351.10?